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Finite-time blowup of smooth solutions for the relativistic generalized Chaplygin Euler equations
Ka Luen CHEUNG
, Sen WONG
Department of Mathematics and Information Technology (MIT)
Research output
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Contribution to journal
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Articles
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peer-review
4
Citations (Scopus)
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Dive into the research topics of 'Finite-time blowup of smooth solutions for the relativistic generalized Chaplygin Euler equations'. Together they form a unique fingerprint.
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Keyphrases
Blowing
50%
Cauchy Problem
50%
Chaplygin
100%
Euler Equations
100%
Finite Time Blow-up
100%
Generalized Chaplygin Gas
100%
Generalized Mass
50%
Generalized Momentum
50%
Mass Density
50%
Non-vacuum
50%
Pressure Coefficient
50%
Radial Component
50%
Relativistic Euler Equations
100%
Smooth Solution
100%
Subluminal Condition
50%
Engineering
Cauchy's Problem
33%
Chaplygin
100%
Energy Engineering
33%
Euler Equation
100%
Finite Time
100%
Generalized Mass
33%
Initial Data
33%
Pressure Coefficient
33%
Radial Component
33%
Mathematics
Euler Equation
100%
Finite Time
100%
Generalised Momentum
33%
Initial Datum
33%